Is my diagram correct? If so, have I made the moments equation correctly?

In summary, the conversation discusses a problem involving a pulley and a mass being lifted at a constant velocity. The goal is to calculate the reaction forces at the beams, ignoring friction at the pulley. The equation T = mg is mentioned and the accuracy of the moment equation is questioned. The expert advises to maintain at least four significant digits in calculations to avoid rounding errors. The possibility of any of the four reaction components being zero is also discussed.
  • #1
Femme_physics
Gold Member
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Homework Statement




Through pulley B, set upon structure ABC, a mass (m) of 2 tons is being lifted in constant velocity. The beam AB is horizontal. Calculate the reaction forces at the beams. Ignore friction at pulley.

http://img225.imageshack.us/img225/4750/236shrinked.jpg


Answers:

Ta = 53.6 [kN]
Tc = 73.2 [kN]

Homework Equations



(all written in question)

The Attempt at a Solution



Attached...I keep getting stuck since pass this point I'm not getting the right scores... I'd like to know if my Rax and Rcx are correct at least? Is my moment equation accurate?
 

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  • #2
What do you think is the value of T in relation to mg?
 
  • #3
T = mg
 
  • #4
Do you think that any of the four reaction components might be zero?
 
  • #5
Dory: Rax and Rcx are almost correct. The only problem is, you are rounding numbers too much, making your answers inaccurate.

Generally always maintain at least four significant digits throughout all your intermediate calculations, then round only the final answer to three significant digits, unless the first significant digit of the final answer is 1, in which case round the final answer to four significant digits.
 
  • #6
pongo38 said:
Do you think that any of the four reaction components might be zero?

I guess that would require calculations. I can't say off the top of my hat...can...you?


nvn said:
Dory: Rax and Rcx are almost correct. The only problem is, you are rounding numbers too much, making your answers inaccurate.

Generally always maintain at least four significant digits throughout all your intermediate calculations, then round only the final answer to three significant digits, unless the first significant digit of the final answer is 1, in which case round the final answer to four significant digits.

You're right, I figured that was my downfall in this question...thanks nvn :)
 

FAQ: Is my diagram correct? If so, have I made the moments equation correctly?

Is my diagram correct?

The accuracy of your diagram depends on the information and measurements you have used to create it. If you have double-checked your sources and followed the correct procedures for creating a scientific diagram, then it is likely that your diagram is correct.

How can I check the accuracy of my diagram?

You can check the accuracy of your diagram by comparing it to other reliable sources or by conducting experiments to verify the information presented in the diagram. It is also helpful to have your diagram reviewed by other scientists or experts in the field.

Have I used the correct units in my diagram?

It is important to use the correct units in your diagram as they convey important information about measurements and quantities. Make sure to double-check your units and convert them if necessary, in order to accurately represent the data in your diagram.

Have I made the moments equation correctly?

To ensure the accuracy of your moments equation, make sure you have correctly identified and included all the forces and distances involved. It is also important to use the correct formula and units for calculating moments.

How can I improve my diagram and moments equation?

You can improve your diagram and moments equation by seeking feedback from other scientists or experts in the field. Additionally, you can double-check your calculations and make sure you have accurately represented all the relevant information in your diagram.

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